# Re: Discussion regarding Mr. Diabys algorithm

*From*: "deepakc" <deepakc@xxxxxxxxxxxxxxxx>*Date*: 7 Nov 2006 01:01:20 -0800

Yes Sir Hofman,

I agree with you, regarding what you have said above. From theory, I am

100% sure that Diaby's Algorithm is capable of outputting a solution

that is:-

1.) not a TSP tour.

2.) not optimal, if it is a TSP tour

Do you think you will be able to show us some computer-implementation

results (hopefully by the end of this week), which will clearly show

this to the world ??

Or if not by end of this week, could you please give us an estimate, of

how much more time will be necessary.

Your work will be very crucial, in proving to the world, that Diaby's

super-massive model, has a hole. :-)

Thanks,

-Deepak

.

**Follow-Ups**:**Re: Discussion regarding Mr. Diabys algorithm***From:*Radoslaw Hofman

**Re: Discussion regarding Mr. Diabys algorithm***From:*deepakc

**Re: Discussion regarding Mr. Diabys algorithm***From:*deepakc

**References**:**Re: Discussion regarding Mr. Diabys algorithm***From:*moustapha . diaby

**Re: Discussion regarding Mr. Diabys algorithm***From:*Radosław Hofman

**Re: Discussion regarding Mr. Diabys algorithm***From:*A . L .

**Re: Discussion regarding Mr. Diabys algorithm***From:*tchow

**Re: Discussion regarding Mr. Diabys algorithm***From:*A . L .

**Re: Discussion regarding Mr. Diabys algorithm***From:*deepakc

**Re: Discussion regarding Mr. Diabys algorithm***From:*deepakc

**Re: Discussion regarding Mr. Diabys algorithm***From:*moustapha . diaby

**Re: Discussion regarding Mr. Diabys algorithm***From:*Radoslaw Hofman

- Prev by Date:
**Re: Discussion regarding Mr. Diabys algorithm** - Next by Date:
**Re: Discussion regarding Mr. Diabys algorithm** - Previous by thread:
**Re: Discussion regarding Mr. Diabys algorithm** - Next by thread:
**Re: Discussion regarding Mr. Diabys algorithm** - Index(es):